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2.1276595744681%,4.1553191489362% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4.2553191489362%,6.2829787234043% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFo0lEQVRYhc2X329cRxXHPzM7vrtee413Exyz2dSJFRIrXRIpTSECpYkMwnSjUle4gAkJQggkRMUzL/wRqOKhUqQK0ociUSBNSxuEQgRNkULqhCa1khLsJDaJMWt749i79+cMD/fe7LWVymvkShzp6Gp/3Pl+53vOmTlHENslIwEFyIRrwI+emgNCs8EmVoFnACtyGYG7K/yA2FACKnrKCLwT6Pzm2K8rn2jUdr+9Z+hXt/PbZoBFYImmIhtmsQIW0A1sfu7914f7Ux0/Sue3uPemxt5/+XMnXgJmgRlgHrCToUhd9ONwxaaDz6qWQyUTzwxQ6HSWn9Cb+rQoPV4qB8v7nx4/+z1gJ9ALdAFWFLIYXAHZaAOdgBV9vy4CCsikfXfzzurkcKDSaITaenhk9tD02FcO/fPdbwD9QE8MEpGQ0edeYDtQjEiq1MXWIrUiByzfKWipfN3WoVwf5jKfLA4OVd7x33x9eDa3uXqjZ5dNmIw6chntvghsJswVF6jTrJ41CFwyMQFL6aDbpJT2RFqJAG49oPDtfZ+pLy1Uz30webUy1V2aqltZO17cCOELY1S0EYtmGbdsyRxQSvtZLZT2TZtyPHjgYk0syc5DTx2eHe70poeu//EYsAcoAd0GYQE2YZJOEybqEuuolOSho6QJ2o2Q2tEpy/bA8WFsll6RUrpSqUx82bmrnx4/exzYBfQaIbJaSD8CvhmRqAFuq5WQVEAqrS0jlXZ8KW0PbBeuzlEMDLqrq8s9cuTIuc/f/lvpix+ePxaR6DFCKC2kbRDzEbi9njJMJqECowyChi8sCaSAKY9CtQGlTm4MDAxUy+VyjWvvvPAgk3v24mNP1AHXCDFjhLCFMb55Uq7ruE4mjJTGKIzUDQdpu9Bw4X4DfvYeygmYBzh69Ojtvr6+V5754K3Kp+7fO0RYfgUga4SIk3rdBCQghTEKKWm40HBg2YGL0/DWTXbGL7S1tTEyMvL3XC739g8vnHwhpYO9wGMRiQzNymqZwEM3QijP87CdkMC1GViswz+qlB2/qVZ7ezsnTpw4m06nLw1fPfMdEpXxkMT/oIDKustZR3S4tgOTc7CwDATgOmROjrEj+WI+n9cjzz9/av/MuPrqtTe/S1QZrDquW1VAAVa+XivcFwV7fhnm4moOQv/zZDMMsfXv2OEODg6+9OTU5dLgh+dHCe+M1cd1ywRUd6NWqIke9z+LCXA/9LFp9jxqgYMHD9b27t17cnDiwoHyvfEhmknZUj6sUCDnLHXNOt0EXhM4JnJ3gf5bC2QetUilUpncsmXL775++bVv5ZylmEA2sf6aBCRgZd1GdsHvkKt3jw/GQ774Fx5/1CJKKUZHR/+ay+XOfe3Kb0cJQ9BSMq4IQdq3s3WvXSVjHxMxAZy/QdkYw6O8o6NDHz9+/LWBB3etZ6++cZiV/eVHWvyniIBr2X7aJYh+NZEDxiBn5pzSn85f2CqFIG6mkmZZllcsFt/99MzNLwEvrwUeE3ioRtp3leurDMFK8BT45dztW8PZV/pPX87/RBqjBSbqCQzCGC2N9pX2tZuy7vwrv+0XhLfkmj1BkoDbFnjS81IqeZnmLa/6VO5Czdqx0HVq27HfT2zaPg7cXwVgEzYhNaAaedyUtKSAD9RT2peBJxU63P2u3OzEUOfpruu7+xdP737uFHCL8O6vs7Iz0jRb93rkLSsQ72CxLfCU6wuVAv/wpisTX2j/w/Yz+4beuFLadxaYILz3Fz9i8SSZ5DCzpgJ+xLjasNrvbGqzM8OF32hnq6i9WP7BT2vt3RPAnQR4KO0GTUmxAnVg9t+5nle/3/PzH08W+3756v6RMxHgfORL0c43dEQTXDLxSJYBsntmrhfHewdqhMrEyRXG/GOZDZtzYfJMgGYsQ/8YwEMCQOLWWjFiPXxu8ED6f2X/BTt+iNuu/4KAAAAAAElFTkSuQmCC) 5 3, auto;}
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}
div.testarea{
animation:rwdcur33529 3.9166666666667s linear infinite forwards;
}
